Título : | Macroeconomía.: en la economía global | Tipo de documento: | texto impreso | Autores: | Sachs, Jeffrey D., Autor ; Larraín B, Felipe., Autor | Editorial: | México; Prentice-Hall | Fecha de publicación: | 1994. | Número de páginas: | 809 p. | ISBN/ISSN/DL: | 9688802891-0 | Idioma : | Español (spa) | Materias: | Economía
| Palabras clave: | Macroeconomía , Economía global | Clasificación: | 339 / S124m | Resumen: | Conceptos básicos en macroeconomía , Determinación del producto: introducción de la oferta agregada y demanda agregada , Economía intertemporal , Economía monetaria , Determinación del producto políticas de estabilización y crecimiento , Política económica , Mercados financieros , Bienes transables , Crisis de deuda de los países en desarrollo , Como detener una alta inflación
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) 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